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We have, wn = V²/R =at² or v= √aRt,
t is defined to start from the beginning of motion from rest.
So, Wt =dv/dt = √aR
Instantaneous power, p= F.v = m(Wt Ut + Wn Ut) .(√aRt Ut),
[where Ut and Ut are Unit vectors along the direction of tangent (velocity) and normal respectively]
Then the continues is in the picture.
Hope this helps you friend
Thanks ✌️✌️
t is defined to start from the beginning of motion from rest.
So, Wt =dv/dt = √aR
Instantaneous power, p= F.v = m(Wt Ut + Wn Ut) .(√aRt Ut),
[where Ut and Ut are Unit vectors along the direction of tangent (velocity) and normal respectively]
Then the continues is in the picture.
Hope this helps you friend
Thanks ✌️✌️
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GauravGacche:
only Ans Plz with solution
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